{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "619af762-ce3a-4f7b-b727-de9d5a249bf1",
   "metadata": {},
   "source": [
    "# Bar plot - Variance Reduction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7dece3b4-1bfe-4778-b680-fde0b7e6543b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load the packages\n",
    "\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.lines import Line2D\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "plt.rcParams[\"font.weight\"] = \"bold\"\n",
    "plt.rcParams[\"font.size\"] = 7\n",
    "plt.rcParams[\"axes.labelweight\"] = \"bold\"\n",
    "%config InlineBackend.figure_format = 'retina'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eee36659-72ef-4071-8dd3-07c86efc19ca",
   "metadata": {},
   "source": [
    "## Open datasets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fea6ad06-dad9-4f0e-b2ba-6068030ab2a5",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (lon: 720, lat: 268, nw: 7, time: 8, constit: 7, years: 2)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 0.0 0.5 1.0 1.5 2.0 ... 358.0 358.5 359.0 359.5\n",
       "  * lat       (lat) float64 -67.0 -66.5 -66.0 -65.5 ... 65.0 65.5 66.0 66.5\n",
       "  * nw        (nw) object &#x27;M2S2&#x27; &#x27;M2S2N2&#x27; &#x27;K1O1&#x27; ... &#x27;M2S2N2K1O1&#x27; &#x27;M2S2K1O1H1H2&#x27;\n",
       "  * time      (time) int64 3 1 210 180 150 120 90 60\n",
       "  * constit   (constit) object &#x27;M2&#x27; &#x27;S2&#x27; &#x27;N2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;\n",
       "  * years     (years) int64 1 3\n",
       "Data variables:\n",
       "    hret      (nw, lon, lat) float64 ...\n",
       "    hycom     (time, nw, lon, lat) float64 ...\n",
       "    hycom_am  (years, constit, lon, lat) float64 ...\n",
       "    hycom_ph  (years, constit, lon, lat) float64 ...\n",
       "    steric    (time, nw, lon, lat) float64 ...\n",
       "Attributes:\n",
       "    description:  Dataset contianing variance reduction statistics on 0.5$^\\c...\n",
       "    author:       Badarvada Yadidya\n",
       "    created on:   Oct 17, 2023  07:50</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-0d41ed76-05c1-4157-82e3-6b40ca513c9a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-0d41ed76-05c1-4157-82e3-6b40ca513c9a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lon</span>: 720</li><li><span class='xr-has-index'>lat</span>: 268</li><li><span class='xr-has-index'>nw</span>: 7</li><li><span class='xr-has-index'>time</span>: 8</li><li><span class='xr-has-index'>constit</span>: 7</li><li><span class='xr-has-index'>years</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-cdc034ae-eeb3-4db6-94be-8ee19fe7e0b6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cdc034ae-eeb3-4db6-94be-8ee19fe7e0b6' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-18da6fda-ec7c-4a08-b9fb-dce1beb8b684' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18da6fda-ec7c-4a08-b9fb-dce1beb8b684' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-101b1086-dc83-49a1-9b05-389614c9118e' class='xr-var-data-in' type='checkbox'><label for='data-101b1086-dc83-49a1-9b05-389614c9118e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-67.0 -66.5 -66.0 ... 66.0 66.5</div><input id='attrs-ac323a7c-9bb8-488c-a87f-cb2b70626212' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac323a7c-9bb8-488c-a87f-cb2b70626212' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-012c53d6-3b8d-4ad3-a238-a4d0b64fda95' class='xr-var-data-in' type='checkbox'><label for='data-012c53d6-3b8d-4ad3-a238-a4d0b64fda95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-67. , -66.5, -66. , ...,  65.5,  66. ,  66.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>nw</span></div><div class='xr-var-dims'>(nw)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;M2S2&#x27; &#x27;M2S2N2&#x27; ... &#x27;M2S2K1O1H1H2&#x27;</div><input id='attrs-a4f0e6d4-1b4b-4fea-955a-95071406015b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a4f0e6d4-1b4b-4fea-955a-95071406015b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9cc34194-77cc-471b-af39-d88d025e9194' class='xr-var-data-in' type='checkbox'><label for='data-9cc34194-77cc-471b-af39-d88d025e9194' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>3 1 210 180 150 120 90 60</div><input id='attrs-22de3ca7-8d43-4a19-88e7-400a492525de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22de3ca7-8d43-4a19-88e7-400a492525de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a88cf729-ba87-44cf-aff4-6f0af4be7235' class='xr-var-data-in' type='checkbox'><label for='data-a88cf729-ba87-44cf-aff4-6f0af4be7235' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  3,   1, 210, 180, 150, 120,  90,  60])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>constit</span></div><div class='xr-var-dims'>(constit)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;M2&#x27; &#x27;S2&#x27; &#x27;N2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;</div><input id='attrs-f1777b8b-94c7-45b6-a544-89477e191c67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f1777b8b-94c7-45b6-a544-89477e191c67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c2de0aa-f368-4bdf-9f23-f8b4c768b20f' class='xr-var-data-in' type='checkbox'><label for='data-9c2de0aa-f368-4bdf-9f23-f8b4c768b20f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Tidal constituents</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;N2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>years</span></div><div class='xr-var-dims'>(years)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 3</div><input id='attrs-c9170093-c92e-4e0b-a077-cd422a45b267' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c9170093-c92e-4e0b-a077-cd422a45b267' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cdd2b18-feb6-4676-82c7-95e9c6a3e5bb' class='xr-var-data-in' type='checkbox'><label for='data-8cdd2b18-feb6-4676-82c7-95e9c6a3e5bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>No. of years over which amplitudes and phases are computed</dd></dl></div><div class='xr-var-data'><pre>array([1, 3])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-21f3f2f8-9d26-4c5b-9a2e-e8a13e9cb9ef' class='xr-section-summary-in' type='checkbox'  checked><label for='section-21f3f2f8-9d26-4c5b-9a2e-e8a13e9cb9ef' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hret</span></div><div class='xr-var-dims'>(nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-824a7b06-02bc-4954-83c0-9ed541d509b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-824a7b06-02bc-4954-83c0-9ed541d509b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37fcd904-3d67-4d8e-bf66-ecc715152af6' class='xr-var-data-in' type='checkbox'><label for='data-37fcd904-3d67-4d8e-bf66-ecc715152af6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction by HRET8.1 in JASON during 2017-2019</dd></dl></div><div class='xr-var-data'><pre>[1350720 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom</span></div><div class='xr-var-dims'>(time, nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5b6535ec-3724-44f0-8660-cb3e2ef93d22' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5b6535ec-3724-44f0-8660-cb3e2ef93d22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a95fdc54-ced0-4cb5-923d-1d603ba96c84' class='xr-var-data-in' type='checkbox'><label for='data-a95fdc54-ced0-4cb5-923d-1d603ba96c84' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction by HYCOM 21.6 in JASON during 2017-2019</dd><dt><span>additional_info :</span></dt><dd>Semidiurnal ITs are extracted using 300 km &amp; diurnal ITs using 600 km - characteristic wavelength</dd></dl></div><div class='xr-var-data'><pre>[10805760 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom_am</span></div><div class='xr-var-dims'>(years, constit, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-02e4fd20-63e8-4b8a-800e-9a3b61d4bc48' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02e4fd20-63e8-4b8a-800e-9a3b61d4bc48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a683d71-9678-44d2-b2f3-ef248c6bd631' class='xr-var-data-in' type='checkbox'><label for='data-9a683d71-9678-44d2-b2f3-ef248c6bd631' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Amplitude of Internal Tides derived from HYCOM</dd></dl></div><div class='xr-var-data'><pre>[2701440 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom_ph</span></div><div class='xr-var-dims'>(years, constit, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1f71530b-2b4a-464e-bb7e-1a2d8df713c8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1f71530b-2b4a-464e-bb7e-1a2d8df713c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eff9beb3-d109-4b66-8abc-fb5968ed2b6a' class='xr-var-data-in' type='checkbox'><label for='data-eff9beb3-d109-4b66-8abc-fb5968ed2b6a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Phase of Internal Tides derived from HYCOM</dd></dl></div><div class='xr-var-data'><pre>[2701440 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>steric</span></div><div class='xr-var-dims'>(time, nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d4d3ffe2-7d2c-4a36-bbf6-c890b5e006fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d4d3ffe2-7d2c-4a36-bbf6-c890b5e006fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dfdfea56-4182-4e02-ad77-095f86967857' class='xr-var-data-in' type='checkbox'><label for='data-dfdfea56-4182-4e02-ad77-095f86967857' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction from Steric SSH of HYCOM during 2017-2019</dd></dl></div><div class='xr-var-data'><pre>[10805760 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1b3332e8-b12c-4ada-a565-9f4a98caf2c8' class='xr-section-summary-in' type='checkbox'  ><label for='section-1b3332e8-b12c-4ada-a565-9f4a98caf2c8' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6acc452d-9125-4528-abe3-099f85b66c6b' class='xr-index-data-in' type='checkbox'/><label for='index-6acc452d-9125-4528-abe3-099f85b66c6b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7951c724-4dd9-4d54-9490-6fed6bfb33c0' class='xr-index-data-in' type='checkbox'/><label for='index-7951c724-4dd9-4d54-9490-6fed6bfb33c0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-67.0, -66.5, -66.0, -65.5, -65.0, -64.5, -64.0, -63.5, -63.0, -62.5,\n",
       "       ...\n",
       "        62.0,  62.5,  63.0,  63.5,  64.0,  64.5,  65.0,  65.5,  66.0,  66.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=268))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>nw</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6a2f0358-0ba2-428f-bcdb-c19adc02535d' class='xr-index-data-in' type='checkbox'/><label for='index-6a2f0358-0ba2-428f-bcdb-c19adc02535d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;nw&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-113f261a-223e-4231-9207-c5bc9be85126' class='xr-index-data-in' type='checkbox'/><label for='index-113f261a-223e-4231-9207-c5bc9be85126' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([3, 1, 210, 180, 150, 120, 90, 60], dtype=&#x27;int64&#x27;, name=&#x27;time&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>constit</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e071ebe9-5ffb-42c4-9380-7186ffe7e0c4' class='xr-index-data-in' type='checkbox'/><label for='index-e071ebe9-5ffb-42c4-9380-7186ffe7e0c4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;N2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;constit&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>years</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1e98241b-6288-41ce-a766-5c6d551250e4' class='xr-index-data-in' type='checkbox'/><label for='index-1e98241b-6288-41ce-a766-5c6d551250e4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 3], dtype=&#x27;int64&#x27;, name=&#x27;years&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6f30558c-6ee4-4b23-973f-d49e8e1b9024' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6f30558c-6ee4-4b23-973f-d49e8e1b9024' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Dataset contianing variance reduction statistics on 0.5$^\\circ$ uniform grid</dd><dt><span>author :</span></dt><dd>Badarvada Yadidya</dd><dt><span>created on :</span></dt><dd>Oct 17, 2023  07:50</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (lon: 720, lat: 268, nw: 7, time: 8, constit: 7, years: 2)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 0.0 0.5 1.0 1.5 2.0 ... 358.0 358.5 359.0 359.5\n",
       "  * lat       (lat) float64 -67.0 -66.5 -66.0 -65.5 ... 65.0 65.5 66.0 66.5\n",
       "  * nw        (nw) object 'M2S2' 'M2S2N2' 'K1O1' ... 'M2S2N2K1O1' 'M2S2K1O1H1H2'\n",
       "  * time      (time) int64 3 1 210 180 150 120 90 60\n",
       "  * constit   (constit) object 'M2' 'S2' 'N2' 'K1' 'O1' 'H1' 'H2'\n",
       "  * years     (years) int64 1 3\n",
       "Data variables:\n",
       "    hret      (nw, lon, lat) float64 ...\n",
       "    hycom     (time, nw, lon, lat) float64 ...\n",
       "    hycom_am  (years, constit, lon, lat) float64 ...\n",
       "    hycom_ph  (years, constit, lon, lat) float64 ...\n",
       "    steric    (time, nw, lon, lat) float64 ...\n",
       "Attributes:\n",
       "    description:  Dataset contianing variance reduction statistics on 0.5$^\\c...\n",
       "    author:       Badarvada Yadidya\n",
       "    created on:   Oct 17, 2023  07:50"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = xr.open_dataset('../data/variance_reduction.nc')\n",
    "ds"
   ]
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   "execution_count": 3,
   "id": "b05f53ee-9eeb-48d5-8d98-078732aa0fae",
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   "source": [
    "def region(da, name):\n",
    "    \"\"\"\n",
    "    Extracts and computes the mean of a region from a given DataArray.\n",
    "\n",
    "    Parameters:\n",
    "    - da (xr.DataArray): Input two-dimensional DataArray with longitude and latitude dimensions.\n",
    "    - name (list): List containing the boundaries of the region in the order [min_lon, max_lon, min_lat, max_lat].\n",
    "\n",
    "    Returns:\n",
    "    - xr.DataArray: Mean values of the input DataArray within the specified region.\n",
    "    \"\"\"\n",
    "\n",
    "    # Extracting region boundaries\n",
    "    [min_lon, max_lon, min_lat, max_lat] = name\n",
    "    \n",
    "    # Extract subset of the input DataArray within the specified region\n",
    "    mask_ssh = da.sel(lon=slice(min_lon, max_lon), lat=slice(min_lat, max_lat)).compute()\n",
    "    \n",
    "    # Compute the mean along the longitude and latitude dimensions\n",
    "    mean_ssh = mask_ssh.mean(dim='lon').mean(dim='lat').compute()\n",
    "    \n",
    "    return mean_ssh"
   ]
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  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "ef60b86a-046d-48f7-bcb0-c1455f923fde",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Creating arrays to store regional averages for hret and hycom\n",
    "hret = np.full((5, 7), np.nan)\n",
    "hycom = np.full((5, 8, 7), np.nan)\n",
    "\n",
    "# Define geographic region boundaries for different regions\n",
    "luzon = [115, 170, 5, 30]\n",
    "hawaii = [175, 210, 5, 30]\n",
    "madag = [35, 70, -30, 0]\n",
    "sw_pac = [150, 185, -30, -5]\n",
    "sc_pac = [185, 230, -30, -5]\n",
    "\n",
    "# Extracting and storing regional averages for hret\n",
    "hret[0] = region(ds.hret, luzon)\n",
    "hret[1] = region(ds.hret, hawaii)\n",
    "hret[2] = region(ds.hret, madag)\n",
    "hret[3] = region(ds.hret, sw_pac)\n",
    "hret[4] = region(ds.hret, sc_pac)\n",
    "\n",
    "# Extracting and storing regional averages for hycom\n",
    "hycom[0] = region(ds.hycom, luzon)\n",
    "hycom[1] = region(ds.hycom, hawaii)\n",
    "hycom[2] = region(ds.hycom, madag)\n",
    "hycom[3] = region(ds.hycom, sw_pac)\n",
    "hycom[4] = region(ds.hycom, sc_pac)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "971916f1-33cb-4c8f-8be1-5117f237031b",
   "metadata": {},
   "source": [
    "**Save the region-averaged values into an xarray dataset for further analysis**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "cecada1f-b0f9-4342-949c-714643a53c86",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (region: 5, constit: 7, time: 8)\n",
       "Coordinates:\n",
       "  * region   (region) &lt;U6 &#x27;LUZON&#x27; &#x27;HAWAII&#x27; &#x27;MADAG&#x27; &#x27;SW PAC&#x27; &#x27;SC PAC&#x27;\n",
       "  * constit  (constit) &lt;U12 &#x27;M2S2&#x27; &#x27;M2S2N2&#x27; ... &#x27;M2S2N2K1O1&#x27; &#x27;M2S2K1O1H1H2&#x27;\n",
       "  * time     (time) &lt;U8 &#x27;3 years&#x27; &#x27;1 year&#x27; &#x27;210 days&#x27; ... &#x27;90 days&#x27; &#x27;60 days&#x27;\n",
       "Data variables:\n",
       "    hret     (region, constit) float64 1.208 nan 0.4534 ... 0.7798 nan 0.7736\n",
       "    hycom    (region, time, constit) float64 1.002 1.059 ... 0.7366 0.7753\n",
       "Attributes:\n",
       "    description:  Region averaged variance reduction statistics - HRET8.1 and...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-56591df0-a778-49da-8f74-88212525fb03' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-56591df0-a778-49da-8f74-88212525fb03' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>region</span>: 5</li><li><span class='xr-has-index'>constit</span>: 7</li><li><span class='xr-has-index'>time</span>: 8</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-42716487-2719-43eb-90d9-71b061a85b8e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-42716487-2719-43eb-90d9-71b061a85b8e' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>region</span></div><div class='xr-var-dims'>(region)</div><div class='xr-var-dtype'>&lt;U6</div><div class='xr-var-preview xr-preview'>&#x27;LUZON&#x27; &#x27;HAWAII&#x27; ... &#x27;SC PAC&#x27;</div><input id='attrs-10f276f2-fcc1-4168-9ec0-d66e04a29ba0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-10f276f2-fcc1-4168-9ec0-d66e04a29ba0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80172b03-236b-44ef-9014-bc7bad1e27b9' class='xr-var-data-in' type='checkbox'><label for='data-80172b03-236b-44ef-9014-bc7bad1e27b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;LUZON&#x27;, &#x27;HAWAII&#x27;, &#x27;MADAG&#x27;, &#x27;SW PAC&#x27;, &#x27;SC PAC&#x27;], dtype=&#x27;&lt;U6&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>constit</span></div><div class='xr-var-dims'>(constit)</div><div class='xr-var-dtype'>&lt;U12</div><div class='xr-var-preview xr-preview'>&#x27;M2S2&#x27; &#x27;M2S2N2&#x27; ... &#x27;M2S2K1O1H1H2&#x27;</div><input id='attrs-b5ef8373-346b-4323-b1e5-9c140cfaf18b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b5ef8373-346b-4323-b1e5-9c140cfaf18b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d961124-9965-4132-9998-79518440e7fc' class='xr-var-data-in' type='checkbox'><label for='data-6d961124-9965-4132-9998-79518440e7fc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;], dtype=&#x27;&lt;U12&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;3 years&#x27; &#x27;1 year&#x27; ... &#x27;60 days&#x27;</div><input id='attrs-fbdee50e-7f5c-411d-8eeb-d5f3d6fb6835' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fbdee50e-7f5c-411d-8eeb-d5f3d6fb6835' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d1cbe4e-a298-4789-a837-de7ad9f87660' class='xr-var-data-in' type='checkbox'><label for='data-7d1cbe4e-a298-4789-a837-de7ad9f87660' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;3 years&#x27;, &#x27;1 year&#x27;, &#x27;210 days&#x27;, &#x27;180 days&#x27;, &#x27;150 days&#x27;, &#x27;120 days&#x27;,\n",
       "       &#x27;90 days&#x27;, &#x27;60 days&#x27;], dtype=&#x27;&lt;U8&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1953e6f8-6e96-4cc0-b69a-f07e94bd9f9e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1953e6f8-6e96-4cc0-b69a-f07e94bd9f9e' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hret</span></div><div class='xr-var-dims'>(region, constit)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.208 nan 0.4534 ... nan 0.7736</div><input id='attrs-049fb94a-baf6-408a-a049-26477372738d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-049fb94a-baf6-408a-a049-26477372738d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac211894-fe59-471a-817f-ed4499eba698' class='xr-var-data-in' type='checkbox'><label for='data-ac211894-fe59-471a-817f-ed4499eba698' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ 1.20842495,         nan,  0.45337424, -0.06698899,  1.66292759,\n",
       "                nan,  1.60315441],\n",
       "       [ 0.74098181,         nan,  0.05618925, -0.01306168,  0.79728737,\n",
       "                nan,  0.78644628],\n",
       "       [ 0.93606088,         nan,  0.01459181, -0.00752   ,  0.95105427,\n",
       "                nan,  0.9320225 ],\n",
       "       [ 0.92350859,         nan,  0.04791982, -0.02904417,  0.97139419,\n",
       "                nan,  0.93653133],\n",
       "       [ 0.73285368,         nan,  0.04698222, -0.00477984,  0.77977366,\n",
       "                nan,  0.77362138]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom</span></div><div class='xr-var-dims'>(region, time, constit)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.002 1.059 ... 0.7366 0.7753</div><input id='attrs-d868024e-f37f-4ff2-8a05-4a8a68572f1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d868024e-f37f-4ff2-8a05-4a8a68572f1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1232497c-99b7-49ca-afc8-126493a432fd' class='xr-var-data-in' type='checkbox'><label for='data-1232497c-99b7-49ca-afc8-126493a432fd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 1.00232041e+00,  1.05866461e+00,  4.13643630e-01,\n",
       "          3.52323676e-02,  1.42514847e+00,  1.49424637e+00,\n",
       "          1.45814936e+00],\n",
       "        [ 8.96314067e-01,  9.40934149e-01,  4.13643630e-01,\n",
       "         -1.09115138e-01,  1.32017594e+00,  1.37882228e+00,\n",
       "          1.21337760e+00],\n",
       "        [ 1.21019530e+00,  1.26917839e+00,  5.46992891e-01,\n",
       "         -6.51336843e-02,  1.76298441e+00,  1.84357075e+00,\n",
       "          1.57868992e+00],\n",
       "        [ 1.23747551e+00,  1.29123748e+00,  5.61418854e-01,\n",
       "         -6.51336843e-02,  1.80273571e+00,  1.88149887e+00,\n",
       "          1.57868992e+00],\n",
       "        [ 1.26818490e+00,  1.32504804e+00,  5.79046681e-01,\n",
       "         -6.51336843e-02,  1.85053423e+00,  1.92683777e+00,\n",
       "          1.57868992e+00],\n",
       "        [ 1.30887572e+00,  1.37608912e+00,  5.97706098e-01,\n",
       "         -6.51336843e-02,  1.91485053e+00,  1.99947615e+00,\n",
       "          1.57868992e+00],\n",
       "        [ 1.38321249e+00,  1.44150178e+00,  6.02123567e-01,\n",
       "         -6.51336843e-02,  1.99972466e+00,  2.08089024e+00,\n",
       "...\n",
       "         -3.45462315e-02,  6.42481845e-01,  6.62640278e-01,\n",
       "          6.08553206e-01],\n",
       "        [ 6.57372051e-01,  6.77013065e-01,  4.48795585e-02,\n",
       "         -4.72608058e-03,  7.02733251e-01,  7.22437726e-01,\n",
       "          7.75319073e-01],\n",
       "        [ 6.61764486e-01,  6.82567520e-01,  4.78002063e-02,\n",
       "         -4.72608058e-03,  7.09865735e-01,  7.30712630e-01,\n",
       "          7.75319073e-01],\n",
       "        [ 6.64181155e-01,  6.76287629e-01,  5.06476180e-02,\n",
       "         -4.72608058e-03,  7.14955779e-01,  7.27173326e-01,\n",
       "          7.75319073e-01],\n",
       "        [ 6.62799265e-01,  6.90277275e-01,  5.35732734e-02,\n",
       "         -4.72608058e-03,  7.18141867e-01,  7.43844468e-01,\n",
       "          7.75319073e-01],\n",
       "        [ 6.65978468e-01,  6.68931361e-01,  5.38897118e-02,\n",
       "         -4.72608058e-03,  7.20131493e-01,  7.23491678e-01,\n",
       "          7.75319073e-01],\n",
       "        [ 6.59929450e-01,  6.86079330e-01,  5.04826411e-02,\n",
       "         -4.72608058e-03,  7.11175558e-01,  7.36556079e-01,\n",
       "          7.75319073e-01]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f1fc845b-8ccd-4ff3-9a1c-34fdbc4b9448' class='xr-section-summary-in' type='checkbox'  ><label for='section-f1fc845b-8ccd-4ff3-9a1c-34fdbc4b9448' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>region</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b3e8e78d-c898-4a9e-9e46-06cebaac9d06' class='xr-index-data-in' type='checkbox'/><label for='index-b3e8e78d-c898-4a9e-9e46-06cebaac9d06' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;LUZON&#x27;, &#x27;HAWAII&#x27;, &#x27;MADAG&#x27;, &#x27;SW PAC&#x27;, &#x27;SC PAC&#x27;], dtype=&#x27;object&#x27;, name=&#x27;region&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>constit</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-f6fb09f1-eda6-444a-8d87-f04d0acb603a' class='xr-index-data-in' type='checkbox'/><label for='index-f6fb09f1-eda6-444a-8d87-f04d0acb603a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;constit&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4446e73e-c997-4839-b375-28c0705c6cd2' class='xr-index-data-in' type='checkbox'/><label for='index-4446e73e-c997-4839-b375-28c0705c6cd2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;3 years&#x27;, &#x27;1 year&#x27;, &#x27;210 days&#x27;, &#x27;180 days&#x27;, &#x27;150 days&#x27;, &#x27;120 days&#x27;,\n",
       "       &#x27;90 days&#x27;, &#x27;60 days&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;time&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-54d8f4a4-ea09-486e-bf1d-560b2b3ef23f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-54d8f4a4-ea09-486e-bf1d-560b2b3ef23f' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Region averaged variance reduction statistics - HRET8.1 and HYCOM 21.6</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (region: 5, constit: 7, time: 8)\n",
       "Coordinates:\n",
       "  * region   (region) <U6 'LUZON' 'HAWAII' 'MADAG' 'SW PAC' 'SC PAC'\n",
       "  * constit  (constit) <U12 'M2S2' 'M2S2N2' ... 'M2S2N2K1O1' 'M2S2K1O1H1H2'\n",
       "  * time     (time) <U8 '3 years' '1 year' '210 days' ... '90 days' '60 days'\n",
       "Data variables:\n",
       "    hret     (region, constit) float64 1.208 nan 0.4534 ... 0.7798 nan 0.7736\n",
       "    hycom    (region, time, constit) float64 1.002 1.059 ... 0.7366 0.7753\n",
       "Attributes:\n",
       "    description:  Region averaged variance reduction statistics - HRET8.1 and..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_out = xr.Dataset(\n",
    "    data_vars=dict(\n",
    "        hret = (['region', \"constit\"], hret),\n",
    "        hycom  = (['region','time',\"constit\"], hycom),\n",
    "    ),\n",
    "    coords=dict(\n",
    "        region = ['LUZON', 'HAWAII', 'MADAG', 'SW PAC', 'SC PAC'],\n",
    "        constit=np.array(['M2S2','M2S2N2','K1O1','H1H2','M2S2K1O1','M2S2N2K1O1','M2S2K1O1H1H2']),\n",
    "        time=['3 years','1 year','210 days','180 days','150 days','120 days'\n",
    "              ,'90 days','60 days'], \n",
    "    ),\n",
    "    attrs=dict(description=\"Region averaged variance reduction statistics - HRET8.1 and HYCOM 21.6\"),\n",
    ")\n",
    "ds_out"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "693d3ea3-20aa-49dd-bb85-5995cb29ee61",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Concatenating hret datasets along the 'constit' dimension\n",
    "hret_bar = xr.concat([ds_out.hret.sel(constit='M2S2'), \n",
    "                      ds_out.hret.sel(constit='K1O1'),\n",
    "                      ds_out.hret.sel(constit='M2S2K1O1')],\n",
    "                     dim='constit')\n",
    "\n",
    "# Concatenating hycom datasets along the 'constit' dimension\n",
    "hycom_bar = xr.concat([ds_out.hycom.sel(constit='M2S2'), \n",
    "                       ds_out.hycom.sel(constit='K1O1'),\n",
    "                       ds_out.hycom.sel(constit='M2S2K1O1')],\n",
    "                      dim='constit')\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cbed5a9b-68fa-4f8e-8448-81ba00b55a3c",
   "metadata": {},
   "outputs": [],
   "source": [
    "def change_percent(new, old):\n",
    "    \"\"\"\n",
    "    Calculate the percentage change between two values.\n",
    "\n",
    "    Parameters:\n",
    "    - new: float, the new value\n",
    "    - old: float, the old (reference) value\n",
    "\n",
    "    Returns:\n",
    "    - float, the percentage change from old to new\n",
    "    \"\"\"\n",
    "    return ((new - old) / old) * 100"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "5d993328-0537-4483-bf3a-b860e2dc7a7b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Broadcasting hret and hycom to have the same dimensions\n",
    "hret_mask, _ = xr.broadcast(ds_out.hret.sel(constit='M2S2K1O1'), ds_out.hycom.sel(constit='M2S2K1O1'))\n",
    "\n",
    "# Broadcasting arrays using NumPy to align dimensions\n",
    "hret_mask2, _ = np.broadcast_arrays(\n",
    "    ds_out.hret.sel(constit='M2S2K1O1').data[:, np.newaxis],\n",
    "    ds_out.hycom.sel(constit='M2S2N2K1O1').data\n",
    ")\n",
    "\n",
    "# Creating a DataArray from the broadcasted NumPy array with the same dimensions and coordinates as hycom\n",
    "hret_mask2 = xr.DataArray(\n",
    "    hret_mask2,\n",
    "    dims=ds_out.hycom.sel(constit='M2S2N2K1O1').dims,\n",
    "    coords=ds_out.hycom.sel(constit='M2S2N2K1O1').coords\n",
    ")\n",
    "\n",
    "# Calculating the percentage change between hycom and hret using the change_percent function\n",
    "hycom_change = change_percent(ds_out.hycom.sel(constit='M2S2K1O1'), hret_mask)\n",
    "\n",
    "# Calculating the percentage change between hycom and hret_mask2 (including N2) using the change_percent function\n",
    "hycom_change2 = change_percent(ds_out.hycom.sel(constit='M2S2N2K1O1'), hret_mask2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "155350d1-5d19-44de-856d-35f932237de0",
   "metadata": {},
   "source": [
    "## Plotting the figure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9e28ee66-46fd-44cd-9b06-1f16caefdd58",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 1.0, '(k) HRET8.1 vs. HYCOM: A Percentage-Based Evaluation')"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 12 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 811,
       "width": 1011
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "mosaic = \"\"\"\n",
    "    ABCDE\n",
    "    ABCDE\n",
    "    FGHIJ\n",
    "    FGHIJ\n",
    "    KKKKL\n",
    "    KKKKL\n",
    "    KKKKL\n",
    "    \"\"\"\n",
    "fig, axs = plt.subplot_mosaic(mosaic,figsize=(10,8), layout = 'constrained')\n",
    "\n",
    "bar_width = .5; displacement = np.arange(1)\n",
    "red_colors = ['#0000FF', '#1E90FF', '#FFD700', '#FFA500', '#FF7F50', '#FF4500',  '#B22222', '#8B0000', ] #, '#B22222', '#8B0000'\n",
    "\n",
    "axs['A'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='LUZON'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['A'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2K1O1', region='LUZON')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['B'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='HAWAII'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['B'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2K1O1', region='HAWAII')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['C'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='MADAG'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['C'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2K1O1', region='MADAG')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['D'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='SW PAC'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['D'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2K1O1', region='SW PAC')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['E'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='SC PAC'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['E'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2K1O1', region='SC PAC')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['F'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='LUZON'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['F'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2N2K1O1', region='LUZON')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['G'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='HAWAII'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['G'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2N2K1O1', region='HAWAII')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['H'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='MADAG'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['H'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2N2K1O1', region='MADAG')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['I'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='SW PAC'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['I'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2N2K1O1', region='SW PAC')[m], width=bar_width,color=red_colors[m])\n",
    "\n",
    "axs['J'].bar(displacement -bar_width, ds_out.hret.sel(constit='M2S2K1O1', region='SC PAC'), width=bar_width, color='k')\n",
    "for m in range(8):\n",
    "    axs['J'].bar(displacement + m * bar_width, ds_out.hycom.sel(constit='M2S2N2K1O1', region='SC PAC')[m], width=bar_width,color=red_colors[m])\n",
    "    \n",
    "    \n",
    "for m in ['A','B','C','D','E','F','G','H','I','J']:\n",
    "    axs[m].set_xticks(displacement + 3* bar_width)\n",
    "    axs[m].set_xticklabels(['Total'])\n",
    "    axs[m].tick_params(axis=\"both\", direction=\"in\", labelsize=8)\n",
    "    axs[m].grid(axis='y', color='lightgrey', linestyle=':', linewidth=1)\n",
    "    # axs[m].set_title(titles[m], weight='bold',size=12)  \n",
    "    \n",
    "for ax in axs['A'],axs['F']:\n",
    "    ax.set_ylim(0,2.2)\n",
    "for ax in axs['B'], axs['G']:\n",
    "    ax.set_ylim(0,0.85)\n",
    "for ax in axs['C'], axs['H']:\n",
    "    ax.set_ylim(0,1.1)\n",
    "for ax in axs['D'], axs['I']:\n",
    "    ax.set_ylim(0,1.05)\n",
    "for ax in axs['E'], axs['J']:\n",
    "    ax.set_ylim(0,.85)\n",
    "    ax.yaxis.set_label_position(\"right\")\n",
    "axs['E'].set_ylabel('N$_2$ excluded', weight='bold', size=14,rotation=-90,labelpad=15)\n",
    "axs['J'].set_ylabel('N$_2$ included', weight='bold', size=14,rotation=-90,labelpad=15)\n",
    "for ax in axs['A'], axs['F']:\n",
    "    ax.set_ylabel('Variance Reduction (cm$^2$)',fontsize=8)\n",
    "    \n",
    "titles = ['($a$) LUZON', '($b$) HAWAII', '($c$) MADAG', '($d$) SW PAC', '($e$) SC PAC',\n",
    "         '($f$) LUZON', '($g$) HAWAII', '($h$) MADAG', '($i$) SW PAC', '($j$) SC PAC',]\n",
    "\n",
    "colors = [\n",
    "    '#FF6B80',  # Slightly Darker Pink\n",
    "    '#6E2C8E',  # Slightly Darker Purple\n",
    "    '#188267',  # Slightly Darker Sea Green\n",
    "    '#E5BE00',  # Slightly Darker Gold\n",
    "    '#4B8FA9'   # Slightly Darker Sky Blue\n",
    "]\n",
    "\n",
    "legend_labels = [\"LUZON\", \"LUZON (with N$_2$)\", \"HAWAII\", \"HAWAII (with N$_2$)\", \"TAHITI\",\n",
    "                \"TAHITI (with N$_2$)\", \"SC PAC\", \"SC PAC (with N$_2$)\", \"MADAG\", \"MADAG (with N$_2$)\",]\n",
    "for m in range(5):\n",
    "    hycom_change[m].plot(marker='*',ls='None',color=colors[m], ax=axs['K'],markersize=10,markeredgecolor='grey')\n",
    "    hycom_change2[m].plot(marker='o',ls='None',color=colors[m], ax=axs['K'],markersize=8,markeredgecolor='k', alpha=.6)\n",
    "    \n",
    "axs['K'].grid(ls=':')\n",
    "axs['K'].set_xlabel('')\n",
    "axs['K'].set_ylabel('Percentage (%)',fontsize=8)\n",
    "axs['K'].tick_params(axis=\"both\", direction=\"in\", labelsize=8)\n",
    "axs['K'].set_xlabel('Time window of Harmonic Analysis',fontsize=8)\n",
    "axs['K'].legend(legend_labels,ncol=5, fontsize=7.2, bbox_to_anchor=(0.5, -0.22), loc='center') # bbox_to_anchor=(1, 0.5),\n",
    "# Set the background color from -23 to 0 as light red\n",
    "axs['K'].axhspan(-23, 0, color='lightcoral', alpha=0.08)\n",
    "# Set the background color from 0 to 32 as light green\n",
    "axs['K'].axhspan(0, 32, color='lightgreen', alpha=0.08)\n",
    "axs['K'].set_ylim(-23,32)\n",
    "\n",
    "\n",
    "colors = ['k', '#0000FF', '#1E90FF', '#FFD700', '#FFA500', '#FF7F50', '#FF4500',  '#B22222', '#8B0000',  ] #'#B22222', '#8B0000',\n",
    "legend_labels = ['HRET8.1','HYCOM 3 years', 'HYCOM 1 year', 'HYCOM 210 days', \n",
    "                 'HYCOM 180 days', 'HYCOM 150 days', 'HYCOM 120 days', 'HYCOM 90 days', 'HYCOM 60 days'] # 'HYCOM 15 days', 'HYCOM 30 days', \n",
    "legend_items = [Line2D([0], [0], color=color, lw=8, label=label) for color, label in zip(colors, legend_labels)]\n",
    "\n",
    "axs['L'].legend(handles=legend_items, ncol=1,loc='center', fontsize=10, frameon=False)\n",
    "\n",
    "# Hide the axis\n",
    "axs['L'].axis('off')\n",
    "\n",
    "title_kw = {'weight':'bold', 'size':12}\n",
    "axs['A'].set_title('(a) LUZON', **title_kw)\n",
    "axs['B'].set_title('(b) HAWAII', **title_kw)\n",
    "axs['C'].set_title('(c) MADAG', **title_kw)\n",
    "axs['D'].set_title('(d) SW PAC', **title_kw)\n",
    "axs['E'].set_title('(e) SC PAC', **title_kw)\n",
    "axs['F'].set_title('(f) LUZON', **title_kw)\n",
    "axs['G'].set_title('(g) HAWAII', **title_kw)\n",
    "axs['H'].set_title('(h) MADAG', **title_kw)\n",
    "axs['I'].set_title('(i) SW PAC', **title_kw)\n",
    "axs['J'].set_title('(j) SC PAC', **title_kw)\n",
    "axs['K'].set_title('(k) HRET8.1 vs. HYCOM: A Percentage-Based Evaluation', **title_kw)\n",
    "\n",
    "# plt.savefig('plots/Figure3.pdf', dpi=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9aff6243-1cd5-4e38-b187-4342b37f53d9",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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